A$)$ When the assembly line designed bg the engineers is running at maximum capacity, what is the efficiency of the line relative to its use of labor? Round answers to $2$ decimal places

B$)$ If the line were to be redesigned to operate at the initial $255$ units per day target, assuming no overtime will be used, what would be the maximum allowable cycle time? Develop an assembly line using the fewest possible workstations for the allowable cycle time What would be the efficiency of the new design?

C$)$What about running the line at $306$ units per day? If overtime were used with the engineers initial design, how much overtime would be needed? Round to one decimal place

D$)$if the assembly line is to be redesigned to operate at $300$ units per day without using overtime, what is the maximum cycle time to meet this production rate? Round down "maximum cycle time" values to the next smallest integer

E$)$ Develop an assembly line layout with the fewest possible assembly line positions and fewest possible workststions with labor to produce $300$ units per day without using overtime What is the efficiency of this new assembly line layout? Round to $2$ decimal places

F$)$ In your new layout, how many workstations include labor

G$)$Can this assembly line layout fit on the existing $12$ position conveyor belt system?